In: Finance
Your firm has been hired to develop new software for the? university's class registration system. Under the? contract, you will receive
$505,000
as an upfront payment. You expect the development costs to be
$433,000
per year for the next
33
years. Once the new system is in? place, you will receive a final payment of
$834,000
from the university
44
years from now.
a. What are the IRRs of this? opportunity???? (Hint: Build an Excel model which tests the NPV at? 1% intervals from? 1% to? 40%. Then zero in on the rates at which the NPV changes? signs.)
b. If your cost of capital is
10 %
is the opportunity? attractive?
Suppose you are able to renegotiate the terms of the contract so that your final payment in year
44
will be
$ 1.2
million.??
c. What is the IRR of the opportunity? now?
d. Is it attractive at the new? terms?
Years | Inflow | Outflow | PV Inflow @1% | PV Outlow @1% | PV Inflow @2% | PV Outlow @2% | PV Inflow @3% | PV Outlow @3% | PV Inflow @4% | PV Outlow @4% | PV Inflow @5% | PV Outlow @5% | PV Inflow @6% | PV Outlow @6% | PV Inflow @7% | PV Outlow @7% | PV Inflow @8% | PV Outlow @8% | PV Inflow @9% | PV Outlow @9% | PV Inflow @10% | PV Outlow @10% | PV Inflow @11% | PV Outlow @11% | PV Inflow @12% | PV Outlow @12% | PV Inflow @13% | PV Outlow @13% | PV Inflow @14% | PV Outlow @14% | PV Inflow @15% | PV Outlow @15% | PV Inflow @16% | PV Outlow @16% | PV Inflow @17% | PV Outlow @17% | PV Inflow @18% | PV Outlow @18% | PV Inflow @19% | PV Outlow @19% | PV Inflow @20% | PV Outlow @20% | PV Inflow @21% | PV Outlow @21% | PV Inflow @22% | PV Outlow @22% | PV Inflow @23% | PV Outlow @23% | PV Inflow @24% | PV Outlow @24% | PV Inflow @25% | PV Outlow @25% | PV Inflow @26% | PV Outlow @26% | PV Inflow @27% | PV Outlow @27% | PV Inflow @28% | PV Outlow @28% | PV Inflow @29% | PV Outlow @29% | PV Inflow @30% | PV Outlow @30% | PV Inflow @31% | PV Outlow @31% | PV Inflow @32% | PV Outlow @32% | PV Inflow @33% | PV Outlow @33% | PV Inflow @34% | PV Outlow @34% | PV Inflow @35% | PV Outlow @35% | PV Inflow @36% | PV Outlow @36% | PV Inflow @37% | PV Outlow @37% | PV Inflow @38% | PV Outlow @38% | PV Inflow @39% | PV Outlow @39% | PV Inflow @40% | PV Outlow @40% | PV @ 85.742574% Of Inflow | PV @ 85.742574% Of Outlow |
1043301.52 | 12119536.87 | 853946.22 | 10387048.02 | 732158.07 | 8991587.84 | 653490.65 | 7857930.58 | 602462.35 | 6929103.81 | 569225.57 | 6161689.42 | 547489.33 | 5522391.08 | 533217.65 | 4985513.66 | 523810.49 | 4531102.78 | 517586.01 | 4143564.21 | 513451.91 | 3810634.22 | 510696.04 | 3522607.46 | 508852.25 | 3271755.11 | 507614.28 | 3051883.95 | 506780.17 | 2858000.61 | 506216.23 | 2686054.52 | 505833.66 | 2532740.06 | 505573.27 | 2395343.59 | 505395.46 | 2271624.44 | 505273.65 | 2159721.91 | 505189.94 | 2058082.23 | 505132.23 | 1965400.88 | 505092.33 | 1880576.85 | 505064.66 | 1802676.07 | 505045.41 | 1730902.21 | 505031.98 | 1664573.12 | 505022.58 | 1603101.70 | 505015.99 | 1545980.44 | 505011.36 | 1492768.77 | 505008.08 | 1443082.59 | 505005.77 | 1396585.75 | 505004.13 | 1352982.96 | 505002.96 | 1312013.85 | 505002.13 | 1273448.03 | 505001.54 | 1237081.00 | 505001.11 | 1202730.64 | 505000.80 | 1170234.25 | 505000.58 | 1139446.10 | 505000.43 | 1110235.23 | 505000.31 | 1082483.70 | 505000.00 | 505000.00 | |||
NPV = | -11076235.36 | NPV = | -9533101.80 | NPV = | -8259429.77 | NPV = | -7204439.92 | NPV = | -6326641.45 | NPV = | -5592463.85 | NPV = | -4974901.75 | NPV = | -4452296.02 | NPV = | -4007292.29 | NPV = | -3625978.21 | NPV = | -3297182.30 | NPV = | -3011911.42 | NPV = | -2762902.86 | NPV = | -2544269.67 | NPV = | -2351220.44 | NPV = | -2179838.29 | NPV = | -2026906.40 | NPV = | -1889770.33 | NPV = | -1766228.99 | NPV = | -1654448.26 | NPV = | -1552892.29 | NPV = | -1460268.65 | NPV = | -1375484.52 | NPV = | -1297611.41 | NPV = | -1225856.81 | NPV = | -1159541.14 | NPV = | -1098079.11 | NPV = | -1040964.45 | NPV = | -987757.41 | NPV = | -938074.50 | NPV = | -891579.98 | NPV = | -847978.83 | NPV = | -807010.88 | NPV = | -768445.89 | NPV = | -732079.46 | NPV = | -697729.53 | NPV = | -665233.45 | NPV = | -634445.51 | NPV = | -605234.80 | NPV = | -577483.39 | NPV = | 0.00 |
a) So, IRR is 85.742574%
b) At Kc= 10%, NPV is negative i.e ($ 3,625,978.20), so project is not viable
However , If final Payment in year 44 will be $1,020,000
Even then NPV would be negative i.e. ($ 3,623,171.25)
c)Now IRR is = same as before i.e 85.742574 %
d) No, the project is not attractive at all and should not bee selected
FULL EXCEL MODEL COULD NOT BE UPLOADED AS MAXIMUM CHARACTERS ALLOWED IS 65000 CHARACTERS